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In the model the transverse shear deformation, rotary inertia and gyroscopic effects, as well as the coupling effect due to the lamination of composite layers have been incorporated.
In this model, the transverse displacement of the constraining layer is considered to be non-identical to that of the host structure.
The advantage of the present element over previous RZT beam elements is that no post-processing is required to accurately model the transverse shear stress while maintaining the computational efficiency of a low-order beam element.
Transverse shear and normal stress, continuous and able to satisfy the boundary stress conditions on the outer beam surfaces, are assumed by the model: the transverse shear stress is derived with the aid of the Elasticity equations, whereas a third-order power-series expansion is adopted for the transverse normal stress.
We model the transverse diffusion by equation (3), which is the same as for the longitudinal diffusion.
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An orientation distribution function (ODF) permits simultaneously to incorporate in the modelling the transverse isotropy of pore systems.
The aim of this study is to create an artificial neural network (ANN) capable of modeling the transverse elasticity modulus (E2) of unidirectional composites.
In this work several numerical techniques for modelling the transverse crush behaviour of honeycomb core materials were developed and compared with test data on aluminium and Nomex™ honeycomb.
Differing from previous equivalent single-layer models, the transverse shear stresses can be accurately calculated from the proposed model, and actively impact on displacements and in-plane stresses of multilayered composite beams.
The flexural response of laminated composite and sandwich beams is analysed using the notion of modelling the transverse shear mechanics with an analogous mechanical system of springs in series combined with a system of springs in parallel.
Thus, each element models the transverse section of the vocal fold in a different coronal plane.
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